63
вибрации или вдоль оси ручной машины для локальной вибрации.
Для остальных направлений вычисляют контролируемый параметр по корреляционным зависимостям, например, вида:
![](data:image/jpg;base64,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)
(13)
где ![](data:image/jpg;base64,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)
- вычисляемые параметры вибрации в направлении осей х и у;
- измеряемый параметр вибрации в направлении оси z;
Кxz, Куz - коэффициенты пересчета (корреляции) от вибрации в направлении осей х и у к вибрации в направлении оси z.
Значения коэффициентов Кxz и Куz должны быть определены для конкретных машин и условий их эксплуатации (как правило, типовых) и указаны в НТД на методы испытаний машин или в программах измерений вибрационной нагрузки на оператора.
Рекомендуемая конструкция и размеры промежуточного жесткого диска для измерения общей вибрации на сиденье оператора